I just cookied this.
On 9/27/05, Branko Èibej <brane@xbc.nu> wrote:
> C. Michael Pilato wrote:
>
> >Then I must present my position reversal reversal petition, whereby I
> >petition to reverse the reversal of my position. I'll follow with my
> >updated position proposition, in which I propose that after reversing
> >the reversal of my position, my position is now undefined.
> >
> >
> Only if the reversal space has helicoidal topology, and each reversal
> step ends with a rotation in the n+1-dimensional reversal hyperspace.
> Then a reversal of a reversal can send your position outside the
> reversal space proper, making it in effect undefined in the confines of
> that space.
>
> Otherwise, a reversal of a reversal will always leave you in the same
> reversal space, even if it doesn't necessarily (in non-Euclidean spaces)
> place you in the original position.
>
> >I need a physician.
> >
> >
> I suggest a topologist instead. Even surgeons only operate in a
> (locally) Euclidean space -- although I admit it's often a fairly yucky
> space that can turn your stomach, but that transformation is
> topologically neutral..
>
> -- Brane
>
>
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Received on Tue Sep 27 17:53:07 2005